Given that X is a binomial random variable, the binomial probability P(X $\geq$ x) is approximated by the area under a normal curve to the right of:
A)x - 0.5.
B)x + 0.5.
C)x - 1.
D)x + 1.

Question

Quizplus · Accepted Answer

The correct approximation for P(X ≥ x) in a binomial distribution using a normal distribution is by using the continuity correction factor, which involves subtracting 0.5 from x. This adjusts for the discrete nature of the binomial distribution when approximating it with the continuous normal distribution.

Given That X Is a Binomial Random Variable, the Binomial ≥\geq≥

Given That X Is a Binomial Random Variable, the Binomial $\geq$